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Highlights from
CMIF - Complex Mode Indicator Function

from CMIF - Complex Mode Indicator Function by Jaroslaw Zwolski
Function calculate CMIF from full complex FRF matrix

jzcmif(H,W)
function [CMIF] = jzcmif(H,W)
% CMIF - Complex Mode Indicator Function
% Inputs:
% H - full complex H matrix (Frequency Response Function) including at
%     least 2 reference points measurements:
%     [number of frequency points x number of DOF x number of reference points]
% W - frequency vector [Hz]
% Reference:
% D.J. Ewins, "Modal Testing: Theory, Practice and Application", p. 300
% Author: Jaroslaw Zwolski, Wroclaw University of Technology, Poland

[n,p,r]=size(H);
U=zeros(n,p,p);
S=zeros(n,p,r);
V=zeros(n,r,r);
CMIFx=zeros(n,r,r);
for ia=1:n
    temp=zeros(p,r);
    temp=squeeze(H(ia,1:p,1:r));
    [ua,sa,va]=svd(temp);
    U(ia,:,:)=ua;
    S(ia,:,:)=sa;
    V(ia,:,:)=va;
    cmifa=sa'*sa;
    CMIFx(ia,:,:)=cmifa;
end
CMIF=zeros(n,r);
for ia=1:n
    CMIF(ia,1:r)=diag(squeeze(CMIFx(ia,:,:)));
end
semilogy(W,CMIF)

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